Verwaltungsgliederung der Republik Komi
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Always Love YouLagu oleh Kim Hyung-junDirilis13 Agustus 2013 (2013-08-13)FormatUnduhan digitalGenreK-pop, R&BDurasi3:27LabelS-PLUSProduserKim Hyung-jun, LOEN EntertainmentVideo musikAlways Love You di YouTubeAlways Love You teaser di YouTube Always Love You (Korea: 우리 둘이code: ko is deprecated ) adalah lagu dari penyanyi asal Korea Selatan Kim Hyung-jun featuring dengan Kota dari Sunny Hill, dirilis pada tanggal 13 Agustus 2013. Lagu balada yang bertempo sedang, yang dibuat te...
Angolo Terme AngólComune di Angolo TermeLuas • Total30 km2 (10 sq mi)Ketinggian426 m (1,398 ft)Populasi[1] • Total2.508Kode area telepon0364Situs webSitus web resmi Angolo Terme adalah komune yang terletak di distrik Provinsi Brescia, Lombardy, Italia. Kota Angolo Terme memiliki luas sebesar 30 km². Angolo Terme memiliki penduduk sebesar 2.508 jiwa. Catatan kaki ^ Dato Istat all 2008-12-30. Pranala luar Situs web resmi lbsKomune di Pr...
Okaasan to IsshoPemeran pada 2023PemeranYuichiro HanadaMaya NagataKazumu SakumotoAzuki Akimoto(pada 4 April 2023)Lagu penutupKinra Kira PonNegara asalJepangBahasa asliJepangProduksiDurasi23 menitRumah produksiNHKRilis asliJaringanNHK Educational TVRilis05 Oktober 1959 (1959-10-05) Okaasan to Issho (おかあさんといっしょcode: ja is deprecated , Dengan Ibu) adalah sebuah program televisi anak-anak yang ditayangkan pada pagi hari-hari kerja di Jepang pada saluran NHK. Acara terseb...
Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Stepanus Malak – berita · surat kabar · buku · cendekiawan · JSTOR Dr.Stepanus MalakM.Si. Bupati Sorong ke-9Masa jabatan2007–2017PresidenSusilo Bambang YudhoyonoJoko WidodoGubernurAbraham Octavianu...
Japanese manga artist (1966–2021) Kentaro MiuraNative name三浦 建太郎Born(1966-07-11)July 11, 1966Chiba, JapanDiedMay 6, 2021(2021-05-06) (aged 54)JapanOccupationManga artistGenreDark fantasyYears active1985–2021Notable worksBerserkNotable awards Shōnen Magazine Newcomer Manga Award (1985) Tezuka Osamu Cultural Prize (2002) Kentaro Miura (Japanese: 三浦 建太郎, Hepburn: Miura Kentarō, July 11, 1966 – May 6, 2021) was a Japanese manga artist. He was best known for h...
American botanist and cell biologist Charles Elmer Allen (October 4, 1872 in Horicon, Wisconsin – June 25, 1954) was an American botanist and cell biologist whose discoveries include the first documentation of sex chromosomes in plants.[1] He was a member of the United States National Academy of Sciences and the American Philosophical Society,[2][3] and held presidencies of the Botanical Society of America (1921), the Wisconsin Academy of Sciences, Arts and Lette...
Ortodoxa kyrkorÖstortodoxa kyrkorBysantinskt ortodoxa kyrkorGrekisk-ryska kyrkanOrtodoxa katolska kyrkan Sankt Savas kyrka i Belgrad, Serbien är en av världens största östortodoxa kyrkor och tillhör den serbisk-ortodoxa kyrkan.Karta över östortodoxa kyrkans utbredning i världen (augusti 2010).Region och utbredningÖsteuropaÖstafrikaMellanösternGrundad33GrundareJesus Kristus och apostlarnaTypKristen inriktningMedlemmar225-300 miljonerNyckelpersonerBartolomaios IAnsluten ti...
2013 single by LordiThe RiffSingle by Lordifrom the album To Beast or Not to Beast Released8 February 2013 (2013-02-08)GenreHard rock, heavy metalLength3:47LabelSony MusicSongwriter(s)Tracy Lipp, Amen, Mr LordiProducer(s)Michael WagenerLordi singles chronology This Is Heavy Metal (2010) The Riff (2013) Nailed by the Hammer of Frankenstein (2014) Music videoThe Riff on YouTube The Riff is a song by Finnish hard rock band Lordi. It is the first and only single from the album To ...
Sepeda gunung suspensi penuh. Sepeda gunung (bahasa Inggris: MTB[1]) adalah sepeda yang digunakan dalam medan berat. Sepeda gunung memiliki beberapa kesamaan dengan sepeda lain, tetapi ada fitur yang dirancang untuk meningkatkan daya tahan dan kinerja di meda kasar, lebih berat, lebih kompleks, dan kurang efisien di permukaan jalan yang halus.[2] Sepeda ini biasanya memiliki garpu suspensi, ban off-road yang besar, roda yang lebih tahan lama, rem lebih bertenaga, setang lu...
第一屆夏季奧林匹克運動會主辦城市 希腊雅典參賽國家及地區14[a]參賽運動員241[b]比賽項目9大项43小项開幕典禮1896年4月6日(星期一)[c]閉幕典禮1896年4月15日(星期三)正式宣佈開幕希腊国王乔治一世主體育場帕那辛纳克体育场 法國巴黎 1900 → 雅典 雅典在希腊的位置 第一届夏季奥林匹克运动会(英語:the Games of the I Olympiad;法語:les Jeux ...
Museum of Lakeland Life & IndustryThe Museum in 2009.Location in South LakelandShow map of the former South Lakeland districtLocation in CumbriaShow map of CumbriaFormer nameMuseum of Lakeland LifeLocationKendalCoordinates54°19′22.908″N 2°44′41.460″W / 54.32303000°N 2.74485000°W / 54.32303000; -2.74485000Websitewww.lakelandmuseum.org.uk The Museum of Lakeland Life & Industry, formerly the Museum of Lakeland Life and sometimes abbreviated to MOLLI, ...
Strategy board game This article is about the board game. For the military officer, see Strategos. StrategoTwo games of Stratego in sessionPublishersJumbo GamesYears active1946–presentGenresBoard game Strategy game War gamePlayers2Setup time1 to 5 minutesPlaying time10 minutes to 1.5 hoursChanceNoneAge range8+SkillsStrategy, tactics, memory, bluff Stratego (/strəˈtiːɡoʊ/ strə-TEE-goh) is a strategy board game for two players on a board of 10×10 squares. Each player controls 40 pieces...
Professional wrestling tag team Professional wrestling stable Too CoolGrand Master Sexay (left) and Scotty 2 Hotty in London, EnglandStableMembersScott Taylor / Scotty 2 Hotty[1][2]Brian Christopher / Grand Master Sexay[1][2]Rikishi[1]Name(s)Too Cool[1][2]Too Much[2]DebutMarch 1998Years active1998–20012003-20042007200920122014–2016 Too Cool, originally known as Too Much, was an American professional wrestling tag team and gro...
Ferdinand Löwe. Ferdinand Löwe (Vienna, 19 febbraio 1865 – 6 gennaio 1925) è stato un direttore d'orchestra austriaco. Indice 1 Biografia 2 Bruckner 3 Note 4 Altri progetti 5 Collegamenti esterni Biografia Löwe nacque a Vienna dove, assieme a Monaco di Baviera, si svolgerà gran parte della sua carriera. Dal 1896 Löwe diresse la Kaim Orchestra, oggi Münchner Philharmoniker, dove tornò dal 1908 al 1914.[1] Nel 1900 Löwe fondò e diresse la Wiener Concertvereinsorchester, oggi...
Cameron Diaz al Tribeca Film Festival (2010) Cameron Michelle Diaz (San Diego, 30 agosto 1972) è un'attrice ed ex modella statunitense, celebre per il ruolo di Mary Jensen in Tutti pazzi per Mary. Ha partecipato in seguito a molti film di successo, spaziando dal genere drammatico (Essere John Malkovich, Ogni maledetta domenica - Any Given Sunday, Vanilla Sky, Gangs of New York) a quello comico (Notte brava a Las Vegas, Bad Teacher - Una cattiva maestra). Nel corso della sua carriera ha ricev...
PorseaKecamatanGapura selamat datang di Kecamatan PorseaPeta lokasi Kecamatan PorseaNegara IndonesiaProvinsiSumatera UtaraKabupatenTobaPemerintahan • CamatElister ManurungPopulasi (2019) • Total14,220 jiwaKode Kemendagri12.12.07 Kode BPS1206070 Luas37,88 km²Desa/kelurahan14 Desa 3 Kelurahan Porsea adalah kecamatan di Kabupaten Toba, Sumatera Utara, Indonesia. Geografi Kecamatan Porsea memiliki wilayah seluas 37,88 km2.[1] Persentase luas wilayahnya a...
Railway platform with tracks along only one edge Side platforms with a pedestrian bridge between them A side platform (also known as a marginal platform[1] or a single-face platform) is a platform positioned to the side of one or more railway tracks or guideways at a railway station, tram stop, or transitway.[2] A station having dual side platforms, one for each direction of travel, is the basic design used for double-track railway lines (as opposed to, for instance, the islan...
Disambiguazione – Se stai cercando il romanzo, vedi Regina di Saba (romanzo). Disambiguazione – Regina del Sud rimanda qui. Se stai cercando la serie televisiva, vedi Regina del Sud (serie televisiva). La regina di Saba (1907), di Edward Slocombe. Regina di Saba è un'espressione antonomastica che si riferisce a una specifica sovrana del Regno di Saba, citata nella Bibbia (primo libro dei Re, e nel secondo libro delle Cronache), nel Corano e nel Kebra Nagast. Nei testi biblici e ...
The midpoints of the sides of an arbitrary quadrilateral form a parallelogram For the theorem about the moment of a force, see Varignon's theorem (mechanics). Area(EFGH) = (1/2)Area(ABCD) In Euclidean geometry, Varignon's theorem holds that the midpoints of the sides of an arbitrary quadrilateral form a parallelogram, called the Varignon parallelogram. It is named after Pierre Varignon, whose proof was published posthumously in 1731.[1] Theorem The midpoints of the sides of an arbitra...
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